Donald L. Iglehart
Affiliations: | Management Science and Engineering | Stanford University, Palo Alto, CA |
Website:
https://profiles.stanford.edu/donald-iglehart?releaseVersion=10.5.2Google:
"Donald Lee Iglehart" OR "Donald L. Iglehart"Bio:
https://www.nae.edu/30140/Dr-Donald-L-Iglehart
https://books.google.com/books?id=ELEUAAAAIAAJ
Parents
Sign in to add mentor| Samuel Karlin | grad student | 1961 | Stanford (Evolution Tree) | |
| Herbert Scarf | grad student | 1961 | Stanford (Epi Tree) | |
| (Dynamic Programming and Stationary Analyses of Inventory Problems) | ||||
Children
Sign in to add trainee| Richard Durrett | grad student | Stanford (MathTree) | |
| C.R. Glassey | grad student | 1961 | Stanford |
| Rick Durrett | grad student | 1976 | Stanford (MathTree) |
| Peter W. Glynn | grad student | 1982 | Stanford (E-Tree) |
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Publications
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| Hsieh MH, Iglehart DL, Glynn PW. (2004) Empirical performance of bias-reducing estimators for regenerative steady-state simulations Acm Transactions On Modeling and Computer Simulation. 14: 325-343 |
| Wong EW, Glynn PW, Iglehart DL. (1999) Transient Simulation Via Empirically Based Coupling Probability in the Engineering and Informational Sciences. 13: 147-167 |
| Glynn PW, Iglehart DL. (1995) Trading securities using trailing stops Management Science. 41: 1096-1106 |
| Glynn PW, Iglehart DL. (1995) A Martingale Approach to Regenerative Simulation Probability in the Engineering and Informational Sciences. 9: 123-131 |
| Glynn PW, Iglehart DL. (1993) Notes: Conditions for the Applicability of the Regenerative Method Management Science. 39: 1108-1111 |
| Iglehart DL, Lalchandani AP. (1991) Diffusion approximations for complex repair systems Naval Research Logistics. 38: 817-838 |
| Glynn PW, Iglehart DL. (1990) Simulation Output Analysis Using Standardized Time Series Mathematics of Operations Research. 15: 1-16 |
| Glynn PW, Iglehart DL. (1989) Importance sampling for stochastic simulations Management Science. 35: 1367-1392 |
| Glynn PW, Iglehart DL. (1989) The optimal linear combination of control variates in the presence of asymptotically negligible bias Naval Research Logistics. 36: 683-692 |
| Glynn PW, Iglehart DL. (1988) Conditions Under Which a Markov Chain Converges to its Steady State in Finite Time Probability in the Engineering and Informational Sciences. 2: 377-382 |